- #1
vatant
- 10
- 0
I have a problem that I tried to solve using MAPLE but I guess wasnt doing the right thing.
[tex] \frac {\partial ^{2} \delta}{\partial t^{2}}+ S*(\frac {\partial^{2}\delta}{\partial \eta^{2}}+M*\frac {\partial^{4}\delta}{\partial \eta^{4}})-G* \frac {\partial ^{3} \delta}{\partial \eta ^{2} \partial {t}}=0 [/tex]
A, S, M, G are constants
I have BC
[tex] \delta (0,t)=0 [/tex]
[tex] \frac{\partial \delta}{\partial \eta} (0,t)=A [/tex]
Further,
[tex] \frac {\partial ^{2} \delta}{\partial z^{2}} (0,t)=0 [/tex]
[tex] \frac {\partial ^{3} \delta}{\partial z^{3}} (0,t)=0 [/tex]
[tex] \frac {\partial ^{4} \delta}{\partial z^{4}} (0,t)=0 [/tex]
How can i solve this problem> Can maple or MATLAB help?
Any other BC can be provided.
Can somebody help?
Thanks
Ivde
[tex] \frac {\partial ^{2} \delta}{\partial t^{2}}+ S*(\frac {\partial^{2}\delta}{\partial \eta^{2}}+M*\frac {\partial^{4}\delta}{\partial \eta^{4}})-G* \frac {\partial ^{3} \delta}{\partial \eta ^{2} \partial {t}}=0 [/tex]
A, S, M, G are constants
I have BC
[tex] \delta (0,t)=0 [/tex]
[tex] \frac{\partial \delta}{\partial \eta} (0,t)=A [/tex]
Further,
[tex] \frac {\partial ^{2} \delta}{\partial z^{2}} (0,t)=0 [/tex]
[tex] \frac {\partial ^{3} \delta}{\partial z^{3}} (0,t)=0 [/tex]
[tex] \frac {\partial ^{4} \delta}{\partial z^{4}} (0,t)=0 [/tex]
How can i solve this problem> Can maple or MATLAB help?
Any other BC can be provided.
Can somebody help?
Thanks
Ivde
Last edited: